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Published on June 24th, 2010 at 11:26 am. Theory developed by Eugene (Gene) A. D'Onofrio, Sr. Any comments or opinions can be sent to gene@gitscience.com.

Newton’s Gravity

Newton’s gravity equation is a volume equation. It shows an amount of cubic space absorbed by matter, causing space to curve around all matter at a quantitative amount.

The spherical shell surrounding any mass at any distance (4πr2) will absorb space at a quantitative accelerated amount of 8.3871 -10 cubic meters per second X mass in kg.

4πr2 X the linear distance of acceleration = 8.3871 -10 cubic meters per second X the mass in kg at any distance.
NEWTON’s CONSTANT: 6.674 -11 = 8.3871 -10 / 4π
NEWTON’s EQUATION: a = 6.674 -11 X any mass / d2
NEWTON’S EQUATION substituting NEWTON’s CONSTANT with 8.3871 -10 / 4π:
a = 8.3871 -10 X any mass / 4πr2    (d2 = r2)
a X 4πr2 = 8.3871 -10 X any mass

Is 8.3871 -10 cubic meters of acceleration per second X mass a universal cubical quantitative amount for space absorbed by matter at any 4πr2 distance? If so, other force equations, including magnetic and electrostatic equations, may also be quantitative volume equations where the force is inversely proportional to the distance squared.